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Concrete bridge-borne low-frequency noise simulation based on traintrackbridge dynamic interaction

机译:基于列车轨道桥动力相互作用的混凝土桥梁低频噪声仿真

摘要

Both the vibration of a railway bridge under a moving train and the associated bridgeborne noise are time-varying in nature. The former is commonly predicted in the time domain to take its time-varying and nonlinear properties into account, whereas acoustic computation is generally conducted in the frequency domain to obtain steady responses. This paper presents a general procedure for obtaining various characteristics of concrete bridge-borne low-frequency noise by bridging the gap between time-domain bridge vibration computation and frequency-domain bridge-borne noise simulation. The finite element method (FEM) is first used to solve the transient train- track-bridge dynamic interaction problem, with an emphasis on the local vibration of the bridge. The boundary element method (BEM) is then applied to find the frequency-dependent modal acoustic transfer vectors (MATVs). The time-domain sound pressure is finally obtained with the help of time-frequency transforms. The proposed procedure is applied to a real urban rail transit U-shaped concrete bridge to compute the bridge acceleration and bridge-borne noise, and these results are compared with the field measurement results. Both sets of results show the proposed procedure to be feasible and accurate and the dominant frequencies of concrete bridge-borne noise to range from 32 Hz to 100 Hz.
机译:本质上,在行驶中的火车下的铁路桥梁的振动和相关的桥梁传播的噪声都是时变的。通常在时域中预测前者以考虑其时变和非线性特性,而声学计算通常在频域中进行以获得稳定的响应。本文通过弥合时域桥梁振动计算和频域桥梁噪声仿真之间的差距,提出了获得混凝土桥梁低频噪声各种特性的通用程序。有限元方法(FEM)首先用于解决瞬态列车-轨道-桥梁动力相互作用问题,重点是桥梁的局部振动。然后应用边界元方法(BEM)来找到频率相关的模态声传递矢量(MATV)。最终通过时频变换获得时域声压。将该程序应用于实际的城市轨道交通U形混凝土桥梁,以计算桥梁加速度和桥梁噪声,并将这些结果与现场测量结果进行比较。两组结果均表明,所提出的程序是可行且准确的,并且混凝土桥梁噪声的主频范围为32 Hz至100 Hz。

著录项

  • 作者

    Li Q; Xu YL; Wu DJ;

  • 作者单位
  • 年度 2012
  • 总页数
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类

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